Read part 3 here: Poisson process - Wikipedia, the free encyclopediaQuestion is :
5. Write down the probability distribution of a Poisson random variable with
The average number of earthquakes in a certain region is 2 per week. Assume
that, in any time interval, the number of earthquakes occurring has a Poisson
(i) the probability of no earthquakes in a given week;
(ii) the probability of at least 1 earthquake in a given week;
(iii) the probability of at least 3 earthquakes in a given fortnight.
(iv) Calculate the probability that the time until the next earthquake, starting from now, is at least 1 week.
I need help on part (iv) my answers for the others parts are :
i) P(x=o) (e^-2 x 2^0)/0! =0.1353
these are my answers.
can someone please help me on part (iv)